editing disabled

This MOS, the Grumpy tridecatonic, apparently belongs to no particularly important temperament. However, it becomes a compressed 12ed scale when you ignore the octave (this obviously does not work when the generator is very near 12edo (within -7/24¢ of it), for the 13th degree of the scale registers as identical to the octave for human listeners, and it becomes indistinct from 13edo or the Happy dodecatonic (1L 11s) in the 1.75¢ above 1/13edo because the large and small steps register as identical to one another for human listeners).
Generator
Cents
12g
1/13


92.308
1107.692
5/64


93.75
1125

9/115

93.913
1126.9565

13/166

93.976
1127.711

17/217

94.009
1128.111
4/51


94.118
1129.412

15/191

94.241
1130.89

11/140

94.296
1131 3/7

7/89

94.382
1132.584

10/127

94.448
1133.858

13/165

94.5455
1134.5455

16/203

94.581
1134.975

19/241

94.606
1135.27
3/38


94.737
1136.842

26/329

94.8875
1137.6505

23/291

94.845
1138.1443

20/253

94.862
1138.34

17/215

94.884
1138.605

14/177

94.915
1138.983



94.962
1139.545

11/139

94.964
1139.568

8/101

95.0495
1140.594



95.102
1141.224


13/164
95.122
1141.463

5/63

95.238
1142.714


17/214
95.374
1143.486


12/151
95.362
1144.371



95.41
1144.915

7/88

95,4545
1145.4545

9/113

95.575
1146.903

11/138

95.652
1147.826

13/163

95.7055
1148.466

15/188

95.745
1148.936

17/213

95.775
1149.296

19/238

95.798
1149.58

21/263

95.8175
1149.81

23/288

95.833
1150

25/313

95.847
1150.16

27/338

95.858
1150.296

29/363

95.868
1150.467

31/388

95.876
1150.5155

33/413

95.884
1150.605

35/438

95.89
1150.685

37/463

95.896
1150.75

39/488

95.902
1150.82

41/513

95.906
1150.877

43/538

95.911
1150.929

45/563

95.915
1150.977

47/588

95.918
1151.02
2/25


96
1152

25/312

96.154
1153.846

23/287

96.167
1154.007

21/262

96.183
1154.1985

19/237

96.2025
1154,43

17/212

96.226
1154.717

15/187

96.257
1155.08

13/162

96.296
1155.556

11/137

96.35
1156.204

9/112

96.429
1157.143

7/87

96.552
1158.621


12/149
96.644
1159.7315


17/211
96.6825
1160.278

5/62

96.774
1161.29


13/161
96.894
1162.733



96.915
1162.982

8/99

96.97
1163.636

11/136

97.059
1164.706



97.0255
1164.306

14/173

97.11
1165.318

17/210

97.143
1165.714

20/247

97.166
1165.992

23/284

97.183
1166.197
3/37


97.297
1167.568

25/308

97.403
1168.831



97.416
1168.9915

22/271

97.417
1169.004

19/234

97.436
1169.231

16/197

97.462
1169.543

13/160

97.5
1170

10/123

97.561
1170.731


17/209
97.608
1171.292

7/86

97.674
1172.093

11/135

97,778
1173.333

15/184

97.826
1173.913

19/233

97.854
1174.249
4/49


97.959
1175.51

17/208

98.077
1176.923

13/159

98.113
1177.3585

9/110

98.182
1178.182

14/171

98.246
1178.947

19/232

98.276
1179.31
5/61


98.361
1180.323
1/12


100
1200